- Format:Cambridge Elevate
- Author(s):John Sykes
- Available from: No date available
- Notes: Not available for credit card purchase. Please contact Customer Services.
New 2017 Cambridge A Level Further Maths resources to help students with learning and revision.
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Written for the OCR A AS/A Level Further Mathematics specification for first teaching from 2017, this Cambridge Elevate edition covers the Additional Pure content for AS and A Level. This compact title includes the essential key points, a wealth of worked examples, exercises and opportunities to test and consolidate learning. This provides a clear and structured pathway for progressing through the course. It is underpinned by a strong pedagogical approach, with an emphasis on skills development and the synoptic nature of the course. This digital resource is available online and on tablet devices through the Cambridge Elevate app. Includes answers.
Frequent assessment opportunities to support the linear courses, including levelled practice questions, past paper questions, cross-topic review exercises and a practice paper.
Strong pedagogical focus, with an emphasis on the important overarching skills integral to the 2017 AS/A Level (problem solving, modelling and proof), as well as features to tackle common misconceptions.
Emphasis on developing synoptic links between pure and applied areas of maths, helping students to build a coherent mathematical understanding.
Free downloadable Schemes of Work are available on our website to assist with teacher planning.
Final answers to all exercises are available as part of this Cambridge Elevate edition.
Written specifically for the 2017 qualifications, so teachers and learners can be confident that the content and aims of the specifications are comprehensively covered.
Study on the go with content available online and on tablet devices through the Cambridge Elevate app.
For information on how to use Cambridge Elevate editions, please visit elevate.cambridge.org/support.
- 1. Sequences and series
- 2. Number theory
- 3. Groups
- 4. Further vectors
- 5. Surfaces and partial differentiation
- 6. Further calculus.
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